Mathematics – Group Theory
Scientific paper
2009-06-19
Journal of the London Mathematical Society 83 (2011) pp 545-562
Mathematics
Group Theory
15 pages
Scientific paper
10.1112/jlms/jdq076
We study some geometric properties of actions on nonpositively curved spaces related to complete reducibility and semisimplicity, focusing on representations of a finitely generated group in the group G of rational points of a reductive group over a local field, acting on the associated space (symmetric space or affine building). We prove that the space of completely reducible classes is the maximal Hausdorff quotient space for the conjugacy action of G on the representation space.
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